IndisputableMonolith.Experimental.BMesonAnomaliesStructure
The module shows that B-meson anomaly structures supply the ledger input needed for the muon g-2 anomaly inside Recognition Science. Flavor physicists and anomaly modelers would cite it to connect meson decay deviations to lepton magnetic moments. The argument imports the muon g-2 module and defines the implication through ledger defect mappings without additional lemmas.
claimB-meson anomaly structure implies muon $g-2$ structural input: ledger defects in $B$-meson decays yield the defect distribution required for the muon anomalous magnetic moment.
background
The module sits in the experimental domain and imports the muon g-2 structure. Recognition Science models anomalies as J-cost defects on the phi-ladder, where J(x) = (x + x^{-1})/2 - 1 and phi is the self-similar fixed point from the forcing chain T5-T6. B-meson anomalies are treated as specific ledger entries that propagate to lepton observables under the Recognition Composition Law.
proof idea
This is a definition module that organizes the implication from B-meson anomalies to muon g-2 inputs. It introduces the structures b_meson_anomalies_from_ledger and b_meson_anomalies_structure then states the direct implication b_meson_implies_muon_g_minus_two by reference to the imported muon g-2 definitions.
why it matters in Recognition Science
The module closes the link between B-meson flavor anomalies and the muon g-2 structural input, supporting the unified treatment of lepton and meson discrepancies under the eight-tick octave and phi-ladder mass formula. It feeds downstream experimental consistency checks in the Recognition framework.
scope and limits
- Does not derive numerical branching ratios or decay widths.
- Does not incorporate QCD or electroweak corrections.
- Does not address CP violation or other flavor observables.
- Does not extend the implication to D-meson or K-meson sectors.